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geometric shapes

Match the description to the figure(s) to which it must apply. Some of these shapes are not on the shape sheet, and some are impossible. If you think you have found a mistake copy and paste the "definition" side of the card into an email to me.

AB
A triangle with 2 right anglesimpossible 0
A triangle with 2 obtuse anglesimpossible 0
A triangle with no symmetryscalene 4
A quad with non-congruent adjacent sides and 1 line of symmetrykite 2
A quad with rotation symmetry but no reflection symmetryparallelogram 16
A quadrilateral with adjacent pairs of sides congruent; opposite sides are non-congruentkite 2
A polygon with 4th-order rotation symm.square 7
A polygon with 5th-order rotation symmetryregular pentagon 15
A triangle with angles of 50º and 70ºacute scalene 4.1
A triangle with 2 angles of 60ºequilateral 6
A triangle with 2 angles of 45ºisosceles right (half-square)08
A quadrilateral with only one pair of opposite congruent angleskite 2
A quadrilateral with only one pair of parallel sidestrapezoid 5
A quadrilateral with exactly one pair of parallel sides and exactly one pair of congruent sidesisosceles trapezoid 14
A plane figure with all points equidistant from a given pointcircle 9
A quadrilateral with opposite sides parallel and adjacent sides perpendicularrectangle 3
A quad. with 2 90º angles and 2 acute anglesimpossible 0
A quad with 2 adjacent 90º angles and 2 non-90º anglesright trapezoid 18
A quad with opposite sides parallelparallelogram 16
A polygon with no congruent adjacent sides and 1 line of symm.isosceles trapezoid 14
A quadrilateral with 4 congruent sidesrhombus 10
A quadrilateral with 4 congruent sides and at least 1 right anglesquare 7
A quadrilateral with 4 congr. sides and exactly 2 lines of symm.rhombus 10
A quadrilateral with 4 congruent sides and just 1 obtuse angleimpossible 0
A quadrilateral with at most one 90º anglegeneric quadrilateral 11
A quadrilateral with 4 right anglesrectangle 3
A polygon with 6th-order rotation symmetryregular hexagon 1
A polygon with 3 sides, all different lengthsscalene triangle 4
A polygon with exactly 3 vertices, all of different angle measurescalene triangle 4
A polygon with exactly 3 vertices, 2 of which form obtuse anglesimpossible 0
A polygon with exactly 3 vertices, 1 of which forms an obtuse angle, and one of which forms a 50º angleobtuse scalene triangle 4.2
A triangle with sides of length 3,4, and 6obtuse scalene 4.2
A triangle with sides of length 3, 3, and 5obtuse isosceles 12.2
A triangle with sides of length 3,4, and 5right scalene 13
An equilateral quadrilateral with adjacent angles unequalrhombus 10
An equiangular quadrilateral with exactly 2 lines of symmetryrectangle 3
An equiangular quadrilateral with exactly 4 lines of symmetrysquare 7
A triangle with exactly 2 lines of symmetryimpossible 0
A triangle with angles in the ratio 1:2:3hemieq (30-60-90) 17
A polygon with exactly one line of symmetry and exactly 2 pairs of congruent adjacent sideskite 2
A triangle with angles of 32º and 62ºscalene (acute) 4.1
A plane figure with exactly 3 sides, all of which have different lengthsscalene triangle 4
A polygon with exactly 3 vertices that has angles measuring 33º and 57ºright scalene triangle 13
A polygon with exactly 3 vertices that has angles measuring 32º and 52º(obtuse) scalene triangle 4.2
A triangle with sides of lengths 4, 7, and 12impossible 0
A triangle with sides of lengths 4, 7, and 10(obtuse) scalene 4.2
A triangle with sides of lengths 4, 7, and 8(acute) scalene 4.1
A triangle with sides of length 5, 12, and 13right scalene 13
A triangle with sides of length 6,8, and 10right scalene 13
A plane figure with exactly 4 verticesgeneric quadrilateral 11


Mr. Killingsworth

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